Add the polynomials. 1) -7x²+14+2x, 10x+7-5x2 Adding Polynomials Single-variable: L1S1 2) -9a3-a2-3a5-a4-a, -6a4-a-as-a³-3a² 3) 33n+7n2+10n3, 3n4+ 19n5+n+6n² + 2n³ 4) 11c 25c-4c+3c² + c6, -7c³-2c+15c 5) 9m5-8m+m-4-5m² 4+8mm 9m³ 6) -24p2+8p-16p +4p³, 23p²+p-2p 7) −z +35z+2z³ +6, −5+z+2z² - 25z³ +3z 8) 10d2+5d3-8-2d, 5d - 10d2 + 28-5d³ Printable Math Worksheets @ www.mathworksheets4kids.com

Add the polynomials. 1) -7x²+14+2x, 10x+7-5x2 Adding Polynomials Single-variable: L1S1 2) -9a3-a2-3a5-a4-a, -6a4-a-as-a³-3a² 3) 33n+7n2+10n3, 3n4+ 19n5+n+6n² + 2n³ 4) 11c 25c-4c+3c² + c6, -7c³-2c+15c 5) 9m5-8m+m-4-5m² 4+8mm 9m³ 6) -24p2+8p-16p +4p³, 23p²+p-2p 7) −z +35z+2z³ +6, −5+z+2z² - 25z³ +3z 8) 10d2+5d3-8-2d, 5d - 10d2 + 28-5d³ Printable Math Worksheets @ www.mathworksheets4kids.com

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

See similar textbooks

Similar questions

1. For each example, determine if it is a polynomial or not. If it is, how many terms does it have? If it is not a polynomial, state the reason why. a) -12b + 6b – 4b b) 3x² – 2x? с) 3x - бх + 10 |d) -12b²3 = 6B + 4 Polynomial Practice: Complete the table based on your knowledge of polynomials. Example Polynomial Standard Form Name based on degree Degree Name based on # of terms 2. 4 - 7x - 9x 3. 6 – 2x 4. 5x Find the sum or difference of the polynomials below. Your final answer should be in standard form. | 6. If C = G - 3F, find the trinomial that represents C when F = 2x? + 6x - 5 and G = 3x² + 4. 5. (5 - 2x° - 5x²) + (-x° -3 - 8x*)
Which expression is equivalent to (3.x* – 6x² + 8x) – (x* + &x³ – 3x)? A 2x4 – 14x3 – 6x³ + 5x - x* - 8r3 – 6x? – 5x 2x4 – 8x³ – 6x²+ 11x 2r* + 8x³ – 6x² + 11x
Find the product (7x+ 2y (7+ 2-
Find an expression which represents the sum of (6x + 9y) and (7x – 4y) in simplest terms.
The binomials (x- 2) and (2.x + 3) are the factors of which polynomial? A. 2x2-6 B. 2x2 -x-6 C. 2x +x- 6 D. 2x2 + 7x –6 117
Use the product of conjugates to multiply (3u-9v)(3u+9v)
Simplify. (4u7 +8u-9) + (7u² + 6u -8) - (5x² -8u-7)
represent, 5 x 17=85, 5 x 29=145, 13 x 17=221 as a sum of two squares according to the formula n1 x n2 =(ac +bd )^2 + (ad - bc) ^2
Write the expression (2x-1)³ + (x+5)³ in factored form. a. (3x+4) (7x² + 5x+21) b. (3x+4)(3x²-3x+31) O A OB O C O D c. (x-6)(3x²-3x+31) d. (x-6) (7x² + 5x+21)
8. Factor the polynomial expression completely, if possible. * 4x2 +9 (2x +3)2 (2х + 3) (2х -3) (2х - 3)2 Prime (not factorable)
+4x-5 40. Which of the following is a factor of both expressions? 2x + 3x-5 A) (x+5) B) (x-5) C) (x-1) D) (x-3)